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<br />I <br />I. <br />~ .--. <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br /> <br />CASE 3 ABUTMENT IS SET BACK FRIJII MIN CHANNElaE llWI 2.75 y. <br /> <br />There is overbank flow with no bed material transport (clearwater scour). <br />Figure 4.8 illustrates this case. <br /> <br />Main Bridge <br /> <br />SetBock~. <br />1>2.75y, r------'-' <br /> <br />R.li.f <br />Bridge <br /> <br /> <br />y. · Avg. Approach <br />Depth <br /> <br /> <br />~ <br /> <br />FIGURE 4.8 Bridge Abutment Set blck from Main Channel Bank <br />Ind Relief Bridge <br /> <br />With no bed material transport in overblnk flow, scour It I bridge abutment, <br />set blck more thin 2.75 times the scour depth from the ..in chlnnel bank line, <br />can be calculated using equation 8 from Llursen (1980) with: <br /> <br />t - <br />o - <br /> <br />Shear stress on the overbank Irea upstream of the <br />abutment. <br />Critical shear stress of .ateria1 in overblnk arel. <br />Can be determined from Figure 4.5. <br /> <br />t - <br />c - <br /> <br />Note 1. Values of the critical shear stress tc can be determined from figure <br />4.5 using the 0.0 of the bed material of the cross.section under <br />consideration. Alternately, they cln be calculated using the Shield's <br />relation for beginning of motion given in Highways in the River <br />Environment by Richardson et 11 (6). <br /> <br />Note 2. When there are relief bridges the a in equation 8 is taken as 1m. <br /> <br />Note 3. The lateral extent of the scour hole is nearly always determinable <br />from the depth of scour and the natural angle of repose of the bed <br />material. Llursen suggested that the width of the scour hole is <br />2.75y.. <br /> <br />35 <br />